Two Solutions of Macroscopic Gravity

Details Two Solutions of Macroscopic Gravity Two Solutions of Macroscopic Gravity

May 2009

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2009aipc.1122..408v&link_type=abstract

PHYSICS AND MATHEMATICS OF GRAVITATION: Proceedings of the Spanish Relativity Meeting 2008. AIP Conference Proceedings, Volume

Mathematics

1

Approximation Methods, Equations Of Motion, Cosmology, Gravitational Fields

Scientific paper

The theory of Macroscopic Gravity as developed by Zalaletdinov characterizes the bulk (or averaged) effect of small scale inhomogeneities through a non-perturbative and covariant averaging procedure of spacetime. Here, we will investigate two different macroscopic geometries with a goal of obtaining solutions to the field equations of Macroscopic Gravity (i.e., the averaged Einstein Field Equations) within a particular class of possible Connection Correlation Tensors.

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